#### Vol. 3, No. 6, 2009

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A pencil of Enriques surfaces of index one with no section

### Jason Michael Starr

Vol. 3 (2009), No. 6, 637–652
##### Abstract

Monodromy arguments and deformation-and-specialization are used to prove existence of a pencil of Enriques surfaces with no section and index 1. The same technique “completes” the strategy from Graber et al. (2005) proving that the family of witness curves for dimension $d$ depends on the integer $d$.

##### Keywords
rational point, Enriques surface
Primary: 14G05
Secondary: 14D06